%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2012_09Vol068_高齢者
2014-05-28T11:09:16+09:00
2014-05-28T11:09:16+09:00
2014-05-28T11:09:15+09:00
Adobe Illustrator CS6 (Macintosh)
256
184
JPEG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uuid:3525ca14-e5bc-2741-8be8-31cb343809d3
xmp.did:055D9A81C62B6811822AD7E201B90BAF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:045D9A81C62B6811822AD7E201B90BAF
xmp.did:045D9A81C62B6811822AD7E201B90BAF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:BAA43F419D246811822AD7E201B90BAF
2014-05-28T09:46:08+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:055D9A81C62B6811822AD7E201B90BAF
2014-05-28T11:09:10+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/k-katou/Desktop/社長のひとりごと/ひとりごと3号0527_Part41.pdf
Print
False
False
1
210.001652
296.999959
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
グレー
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
輝き
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWˮIܟz?x$bH2cODdVu_@|Ot=3+32ӟ>9G8CGL#t|OL=>